You can also use this technique when playing miniture golf.[br][br]How would you hit the ball so that it will end in the hole after one stroke?[br]
Because there are 2 walls, you can apply the idea twice - hit the ball off both walls so that both angles of incidence equals both angles of reflection (4 equal angles).[br][br]Or you can use the chipping wedge and leap the barriors (the red dashed path). You'll need some great golfing skills for that one![br][br][img]data:image/png;base64,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[/img]